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distribution on $[ )$ and $\varphi:[ )\to e$ be bijective, $\left(... probability-theory numerical-methods monte-carlo numerical-calculus quadrature asked dec ' at : xbadf d gold badges silver badges bronze badges votes answers views how can we numerically compute this integral?

silver badges bronze badges vote answers views how does gaussian quadrature work for this example?...

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bronze badges vote answers views for the given topologies, which sequences converge to which limits?

$\mathscr{t}_ $: the lower limit topology, having all sets $[a,b)$ as basis. $\... general-topology convergence-divergence asked hours ago clay silver badges bronze badges vote answer views equivalence of continuity with filters in lecture today, my professor posed a related theorem to one in willard's...

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gold badges silver badges bronze badges votes answer views does there exist an affine connection is not a riemannian connection?

horizontal lifts $\vec u_ ,\vec u_ $. ... differential-geometry connections lie-derivative asked dec ' at : arrow . k gold badges silver badges bronze badges votes answer views is the levi-civita connection on a lorentzian manifold the same as that on a riemannian manifold?...

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heat-equation fundamental-solution asked oct ' at : q-y silver badges bronze badges votes answer views find fundamental solution of differential equations given the system below find the fundamental solution the answer should be: $$x_ = e^t igl( egin{smallmatrix} \ \end{smallmatrix} igr) ; x_ = te^t

$(\delta^ - \gamma) \phi = \... fourier-transform fundamental-solution asked sep ' at : tom silver badges bronze badges votes answers views what is the difference between the impulse response, green's function, fundamental solution and elementary solution?...

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a big number $n$ could be analyzed finding $a,b,m,n\in\mathbb z_+$ such that $n=... algorithms factoring gcd-and-lcm computational-mathematics asked days ago lehs . k gold badges silver badges bronze badges votes answers views how to count outputs in catch command by using mathematica i am using the

silver badges bronze badges votes answers views field in mathematics for forecasting price of stock markets [closed] hi i'm just learned somethings about technical analysis and some stuff about indicators?...

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silver badges bronze badges votes answers views restriction maps in the cohomology of $(\mathbb{z}/p\mathbb{z})^ $ the group wiki describes the cohomology groups $h^n(g,m)$ where $g=(\mathbb{z}/p\mathbb{z})^ $, $p$ is prime (i'm not sure how much this matters for that computation, but let's assume it

), and $m$ ... abstract-algebra homological-algebra group-cohomology asked yesterday captain lama . k silver badges bronze badges votes answers views is it true that $h_n(c_{*}(x)^{nor} \otimes m) \cong h_n(c_{*}^{\neq}(x) \otimes m)$?...

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